S8. Number Theory
Thematic Session Schedule
Carina Alves (UNESP)
Sajad Salami (UERJ)
đź“„ Abstracts
S8. Schedule
| Time | Mon 29 Jun | Tue 30 Jun | Wed 1 Jul | Thu 2 Jul | Fri 3 Jul |
|---|---|---|---|---|---|
| 14:00–14:30 | Lenny Fukshansky |
Open Lunch & Free Time |
|||
| 14:35–15:05 | Lenny Fukshansky | ||||
| 15:10–15:40 | Robson Ricardo de Araujo | ||||
| 15:45–16:15 | Theo Zapata | ||||
| 16:15–16:45 | Coffee break | Coffee break Poster session |
Coffee break | Coffee break | |
| 16:45–17:15 | Sajad Salami | ||||
| 17:20–17:50 | Lucas Colucci |
S8. Talks
Lenny Fukshansky. Lattices generated by algebraic conjugates.
Lucas Colucci. O Teorema de Erdős–Ginzburg–Ziv e Algumas Generalizações.
Robson Ricardo de Araujo. On covering radius of logarithmic lattices via cyclotomic fields.
Sajad Salami. On the Rank of Jacobian Varieties of the Curves ys = axr + b.
Theo Zapata. C.s.a., c.s.a. and CSA.
S8. Posters
The poster session will take place on Tuesday, June 30, 2026.
Amanda Caroline Silva. Solving combinatorial problems using quotient matrices.
André Rosenbaum Coelho. Manifestations of Barnes polynomials in lattice point enumeration in polytopes.
Antonio Aparecido de Andrade. Lattice constructions via prime degree extensions.
Carina Alves. Quaternionic Lattices over Certain Cyclotomic Fields.
Catharina Moura Moreira. Algebraic and Arithmetic Structure of Finiteness in β-Expansions for a Cubic Pisot Family.
Cleber de Oliveira Santos. Construções de Reticulados Algébricos Bem-arredondados.
Grasiele Cristiane Jorge. Constructions of lattices via multiquadratic number fields.
Henrique de Cristo da Fonseca. The Gauss Class Number Problem via Modular Functions.
Izabella Calais Fernandes. NĂşmeros Congruentes e a Conjectura BSD.
JoĂŁo Pedro Galdino Pillar. Cyclotomic Fields and Lattices.
LuĂs Filipe Vital. p-Adic Numbers and Cyclotomic Extensions.
Maria Clara Lopes Taddone. Trinômios e reticulados algébricos: uma abordagem via corpos de números.
Maria Fernanda Zordan Bonini. Maximum Rank of Permutation-Invariant Lattices from Polynomials.
Rafael Antonio Kitagawa Nunes. An Algebraic Construction of the Hexagonal Lattice via Quadratic Fields.
Renan da Paixão Moura. Pólya’s Orchard Problem via Gaussian and Eisenstein Integers.
Thiago Rodrigues da Silva. Superlattices of 2-Dimensional Algebraic Lattices.